reserve AS for AffinSpace;
reserve a,a9,b,b9,c,d,o,p,q,r,s,x,y,z,t,u,w for Element of AS;
reserve A,C,D,K for Subset of AS;

theorem
  for a,b,A holds A is being_line & a in A & b in A & a<>b implies
    A = Line(a,b) by Lm6;
